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使用补偿 Arrhenius 形式主义进行带电荷保护和不带电荷保护阳离子的离子传输。第 2 部分。离子电导率与扩散的关系。

Ion transport with charge-protected and non-charge-protected cations using the compensated Arrhenius formalism. Part 2. Relationship between ionic conductivity and diffusion.

机构信息

Department of Chemistry and Biochemistry, University of Oklahoma, 101 Stephenson Parkway, Norman, Oklahoma 73019, USA.

出版信息

J Phys Chem B. 2012 Aug 9;116(31):9303-9. doi: 10.1021/jp3010585. Epub 2012 Jul 30.

DOI:10.1021/jp3010585
PMID:22845017
Abstract

Temperature-dependent ionic conductivities and cation/anion self-diffusion coefficients are measured for four electrolyte families: TbaTf-linear primary alcohols, LiTf-linear primary alcohols, TbaTf-n-alkyl acetates, and LiTf-n-alkyl acetates. The Nernst-Einstein equation does not adequately describe the data. Instead, the compensated Arrhenius formalism is applied to both conductivity and diffusion data. General trends based on temperature and alkyl chain length are observed when conductivity is plotted against cation or anion diffusion coefficient, but there is no clear pattern to the data. However, plotting conductivity exponential prefactors against those for diffusion results in four distinct curves, one each for the alcohol and acetate families described above. Furthermore, the TbaTf-alcohol and TbaTf-acetate data are "in line" with each other. The conductivity prefactors for the LiTf-alcohol data are smaller than those for the TbaTf data. The LiTf-acetate data have the lowest conductivity prefactors. This trend in prefactors mirrors the observed trend in degree of ionic association for these electrolytes.

摘要

我们测量了四大类电解质的温度相关离子电导率和阴阳离子自扩散系数

TbaTf-直链醇、LiTf-直链醇、TbaTf-n-烷基醋酸盐和 LiTf-n-烷基醋酸盐。能斯特-爱因斯坦方程不能充分描述这些数据。相反,补偿阿仑尼乌斯公式被应用于电导和扩散数据。当电导与阳离子或阴离子扩散系数作图时,可以观察到基于温度和烷基链长度的一般趋势,但数据没有明显的模式。然而,将电导率指数前因子与扩散的指数前因子作图,结果得到四条明显的曲线,分别对应上述醇和醋酸盐两类。此外,TbaTf-醇和 TbaTf-醋酸盐的数据“一致”。LiTf-醇数据的电导率前因子小于 TbaTf 数据的前因子。LiTf-醋酸盐的数据具有最低的电导率前因子。这种前因子的趋势反映了这些电解质中离子缔合程度的观察趋势。

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